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Stable Border Bases for Ideals of Numerical Cartesian Sets |
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| Authors: | Lili Liu Zhe Li & Shugong Zhang |
| Abstract: | In this paper, we discuss a special class of sets of bivariate empirical points, namely, numerical cartesian sets. We find that the stable quotient bases for numerical cartesian sets are unique if they exist. Furthermore, the corresponding border bases are the unique stable border bases for the vanishing ideals of numerical cartesian sets. |
| Keywords: | empirical point numerical cartesian set vanishing ideal border base |
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